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Automata Theory

Automata Theory

Feb 08, 20261 min read

Study of Automata.

Finite Automata and Regular Languages

  • Finite Automaton
  • Regular Expression
  • Kleene’s Theorem
  • Pumping Lemma for Regular Languages
  • Myhill-Nerode Theorem
  • DFA Minimization
  • Closure Properties of Regular Languages
  • Two-way Finite Automata

Context-Free Languages

  • Context-Free Grammars
  • Derivation Trees
  • Pushdown Automaton
  • Equivalence of CFGs and PDAs
  • Chomsky Normal Form
  • Greibach Normal Form
  • Pumping Lemma for Context-Free Languages
  • Ogden’s Lemma
  • Parikh’s Theorem
  • Context-Free Language

Context-Sensitive Languages

  • Linear Bounded Automata
  • Context-Sensitive Grammars
  • Chomsky Hierarchy

Turing Machines and Computability

  • Turing Machine
  • Multitape Turing Machines
  • Nondeterministic Turing Machines
  • Church-Turing Thesis
  • Universal Turing Machine
  • Decidable and Recognizable Languages
  • Halting Problem
  • Rice’s Theorem
  • Reducibility and Many-One Reductions
  • The Recursion Theorem
  • Post Correspondence Problem

Logic and Automata

  • Büchi Automata
  • Monadic Second-Order Logic
  • Rabin Automata
  • Automata on Infinite Trees
  • Descriptive Complexity

Graph View

  • Finite Automata and Regular Languages
  • Context-Free Languages
  • Context-Sensitive Languages
  • Turing Machines and Computability
  • Logic and Automata

Backlinks

  • Discrete Mathematics
  • Lasso Language
  • Index

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